On the Chromatic Numbers of Some Distance Graphs

 
PIIS086956520002950-8-1
DOI10.31857/S086956520002950-8
Publication type Article
Status Published
Authors
Affiliation:
Moscow Institute of Physics and Technology
Lomonosov Moscow State University
Buryat State University
Adygya State University
Address: Russian Federation, Moscow
Affiliation: Lomonosov Moscow State University
Address: Russian Federation, Moscow
Journal nameDoklady Akademii nauk
EditionVolume 482 Issue 6
Pages648-650
Abstract

  

Keywords
Received07.12.2018
Publication date13.12.2018
Cite   Download pdf To download PDF you should sign in
Размещенный ниже текст является ознакомительной версией и может не соответствовать печатной

views: 1215

Readers community rating: votes 0

1. Cherkashin D., Coloring cross-intersecting families, Electron. J. Comb., 25 (2018), N1, Paper P1.47.

2. Cherkashin D., Kulikov A., Raigorodskii A., On the chromatic numbers of small-dimensional Euclidean spaces, Discrete and Applied Math., 243 (2018), 125—131.

3. Frankl P., Kupavskii A., Erdős–Ko–Rado theorem for {0,+-1}-vectors, J. Comb. Theory Ser. A, 155 (2018), 157—179.

4. Kupavskii A., Zakharov D., Regular bipartite graphs and intersecting families, J. Comb. Theory Ser. A, 155 (2018), 180—189.

5. Raigorodskii A.M., Combinatorial geometry and coding theory, Fundamenta Informatica, 145 (2016), 359—369.

6. Bobu A.V., Kupriyanov A.Eh., Rajgorodskij A.M., Asimptoticheskoe issledovanie zadachi o maksimal'nom chisle reber odnorodnogo gipergrafa s odnim zapreschennym peresecheniem, Matem. sbornik, 207 (2016), N5, 17—42.

7. Bobu A.V., Kupriyanov A.Eh., Rajgorodskij A.M., O chisle reber odnorodnogo gipergrafa s diapazonom razreshennykh peresechenij, Doklady RAN, 475 (2017), N4, 365—368.

8. Ponomarenko E.I., Rajgorodskij A.M., Novye verkhnie otsenki chisel nezavisimosti grafov s vershinami v f??1; 0; 1gn i ikh prilozheniya v zadachakh o khromaticheskikh chislakh distantsionnykh grafov, Matem. zametki, 96 (2014), N1, 138—147.

9. Ponomarenko E.I., Rajgorodskij A.M., Uluchshenie teoremy Frankla–Uilsona o chisle reber gipergrafa s zapretami na peresecheniya, Doklady RAN, 454 (2014), N3, 268—269.

10. Prosanov R.I., Sagdeev A.A., Rajgorodskij A.M., Uluchsheniya teoremy Frankla–Ryodlya i geometricheskie sledstviya, Doklady RAN, 475 (2017), N2, 137—139.

11. Rajgorodskij A.M., O khromaticheskom chisle prostranstva, Uspekhi mat. nauk, 55 (2000), N2, 147—148.

12. Rajgorodskij A.M., Problema Ehrdesha–Khadvigera i khromaticheskie chisla konechnykh geometricheskikh grafov, Doklady RAN, 392 (2003), N3, 313—317.

13. Rajgorodskij A.M., Problema Ehrdesha–Khadvigera i khromaticheskie chisla konechnykh geometricheskikh grafov, Matem. sbornik, 196 (2005), N1, 123—156.

14. Rajgorodskij A.M., Sagdeev A.A., Ob odnoj otsenke v ehkstremal'noj kombinatorike, Doklady RAN, 478 (2018), N3, 271—273.

15. Cherkashin D.D., Rajgorodskij A.M., O khromaticheskikh chislakh prostranstv maloj razmernosti, Doklady RAN, 472 (2017), N1, 11—12.

Система Orphus

Loading...
Up